The graph of g is a transformation of f(x) = x². What type of transformation results in g? What is the amount of transformation?
The graph of g is a Choose… then a Choose… by a factor of Choose…
The graph of g is a transformation of f(x) = x². What type of transformation results in g? What is the amount of transformation? The graph of g is a then a by a factor of
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To determine the transformation from ( f(x) = x^2 ) to ( g(x) ), we need to identify what changes have been made to the original function.
1. Type of Transformation: This could be a vertical stretch/compression, horizontal stretch/compression, reflection, or a translation.
2. Amount of Transformation: This describes how much the transformation occurs (e.g., by a factor of 2, or shifted 3 units up).
For example:
If ( g(x) = 2x^2 ), the graph of ( g ) is a vertical stretch of ( f ) by a factor of 2.
If ( g(x) = x^2 + 3 ), the graph of ( g ) is a translation upwards by 3 units.
Please identify the specific expressions or transformations for your case, and I can help you analyze the functions further!